#OK to post homework
#Ramesh Balaji,2/12/2024,hwValentine

# Hi! I put a lot of effort into this. If you run it, please wait at least a minute (it will 100% run faster than that),
# for the plot to actually generate. You should open Maple, and run "read hwValentineRameshBalaji.txt;" to see the output.

# If it does not load (it should), please look at this picture of the plot that I saved: 
# https://raw.githubusercontent.com/yuv418/math640/master/maple/valentines-hw/hwValentineImage.png

# I have a story to tell about this. For HackRU (the Rutgers hackathon), my team made a Karaoke machine in Desmos (Desmos can play music!)
# and part of that was converting TTF (font) files to Desmos functions. The way TTF files are defined are in terms of SVG paths, which consist 
# of lines and Bezier curves, both of which we can plot in any plotting software, like Desmos. I wrote a Rust program to do this during the hackathon.

# Emojis are also defined in terms of Bezier curves and lines. I figured I could choose a nice heart emoji and draw it using an SVG renderer. So 
# I adapted my old TTF renderer to work with arbitrary emoji SVGs, and changed it to output plots in Maple as opposed to Desmos. 
# At the same time, since my code was based on the font renderer, the font rendering still worked. 

# So I used a combination of emojis and text rendering with a nice cursive font to generate this Maple plot, which probably looks very tedious to do by hand!
# So just note, it wasn't done by hand. You can view the code for my plot generator here: 
# https://github.com/yuv418/math640/tree/master/maple/valentines-hw/text_renderer

# Please consider voting for me (:

with(plots):

text_plot:=plot([[(52.376) + (((1-t)^2) * ((52.424) - (52.376))) + ((t^2)*((52.324) - (52.376))), (-63.744) + (((1-t)^2) * ((-63.752) - (-63.744))) + ((t^2)*((-63.724) - (-63.744))), t=0..1],[(52.272) + (((1-t)^2) * ((52.324) - (52.272))) + ((t^2)*((52.232) - (52.272))), (-63.704) + (((1-t)^2) * ((-63.724) - (-63.704))) + ((t^2)*((-63.672) - (-63.704))), t=0..1],[(52.248) + (((1-t)^2) * ((52.232) - (52.248))) + ((t^2)*((52.22) - (52.248))), (-63.064) + (((1-t)^2) * ((-63.672) - (-63.064))) + ((t^2)*((-62.5) - (-63.064))), t=0..1],[(52.192) + (((1-t)^2) * ((52.22) - (52.192))) + ((t^2)*((52.192) - (52.192))), (-61.936) + (((1-t)^2) * ((-62.5) - (-61.936))) + ((t^2)*((-61.328) - (-61.936))), t=0..1],[(52.192) + (((1-t)^2) * ((52.192) - (52.192))) + ((t^2)*((52.232) - (52.192))), (-61.008) + (((1-t)^2) * ((-61.328) - (-61.008))) + ((t^2)*((-60.72) - (-61.008))), t=0..1],[(52.272) + (((1-t)^2) * ((52.232) - (52.272))) + ((t^2)*((52.34) - (52.272))), (-60.432) + (((1-t)^2) * ((-60.72) - (-60.432))) + ((t^2)*((-60.152) - (-60.432))), t=0..1],[(52.408) + (((1-t)^2) * ((52.34) - (52.408))) + ((t^2)*((52.504) - (52.408))), (-59.872) + (((1-t)^2) * ((-60.152) - (-59.872))) + ((t^2)*((-59.6) - (-59.872))), t=0..1],[(52.6) + (((1-t)^2) * ((52.504) - (52.6))) + ((t^2)*((52.696) - (52.6))), (-59.328) + (((1-t)^2) * ((-59.6) - (-59.328))) + ((t^2)*((-59.031998) - (-59.328))), t=0..1],[(52.72) + (((1-t)^2) * ((52.696) - (52.72))) + ((t^2)*((52.72) - (52.72))), (-58.96) + (((1-t)^2) * ((-59.031998) - (-58.96))) + ((t^2)*((-58.848) - (-58.96))), t=0..1],[(52.72) + (((1-t)^2) * ((52.72) - (52.72))) + ((t^2)*((52.736) - (52.72))), (-58.736) + (((1-t)^2) * ((-58.848) - (-58.736))) + ((t^2)*((-58.628) - (-58.736))), t=0..1],[(52.752) + (((1-t)^2) * ((52.736) - (52.752))) + ((t^2)*((52.796) - (52.752))), (-58.52) + (((1-t)^2) * ((-58.628) - (-58.52))) + ((t^2)*((-58.444) - (-58.52))), t=0..1],[(52.84) + (((1-t)^2) * ((52.796) - (52.84))) + ((t^2)*((52.968) - (52.84))), (-58.368) + (((1-t)^2) * ((-58.444) - (-58.368))) + ((t^2)*((-58.368) - 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(-58.248))), t=0..1],[(54.4) + (((1-t)^2) * ((53.944) - (54.4))) + ((t^2)*((54.644) - (54.4))), (-58.248) + (((1-t)^2) * ((-58.248) - (-58.248))) + ((t^2)*((-58.536) - (-58.248))), t=0..1],[(54.888) + (((1-t)^2) * ((54.644) - (54.888))) + ((t^2)*((54.888) - (54.888))), (-58.824) + (((1-t)^2) * ((-58.536) - (-58.824))) + ((t^2)*((-59.264) - (-58.824))), t=0..1],[(54.888) + (((1-t)^2) * ((54.888) - (54.888))) + ((t^2)*((54.86) - (54.888))), (-59.344) + (((1-t)^2) * ((-59.264) - (-59.344))) + ((t^2)*((-59.464) - (-59.344))), t=0..1],[(54.832) + (((1-t)^2) * ((54.86) - (54.832))) + ((t^2)*((54.84) - (54.832))), (-59.584) + (((1-t)^2) * ((-59.464) - (-59.584))) + ((t^2)*((-59.656) - (-59.584))), t=0..1],[(54.776) + (((1-t)^2) * ((54.84) - (54.776))) + ((t^2)*((54.636) - (54.776))), (-60.016) + (((1-t)^2) * ((-59.656) - (-60.016))) + ((t^2)*((-60.348) - (-60.016))), t=0..1],[(54.496) + (((1-t)^2) * ((54.636) - (54.496))) + ((t^2)*((54.296) - (54.496))), (-60.68) + (((1-t)^2) * ((-60.348) - (-60.68))) + ((t^2)*((-60.984) - 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(-64.056))) + ((t^2)*((-63.752) - (-64.056))), t=0..1],[(52.8) + (((1-t)^2) * ((52.792) - (52.8))) + ((t^2)*((52.808) - (52.8))), (-63.56) + (((1-t)^2) * ((-63.544) - (-63.56))) + ((t^2)*((-63.576) - (-63.56))), t=0..1],[(52.816) + (((1-t)^2) * ((52.808) - (52.816))) + ((t^2)*((52.824) - (52.816))), (-63.592) + (((1-t)^2) * ((-63.576) - (-63.592))) + ((t^2)*((-63.6) - (-63.592))), t=0..1],[(52.832) + (((1-t)^2) * ((52.824) - (52.832))) + ((t^2)*((52.868) - (52.832))), (-63.624) + (((1-t)^2) * ((-63.6) - (-63.624))) + ((t^2)*((-63.672) - (-63.624))), t=0..1],[(52.904) + (((1-t)^2) * ((52.868) - (52.904))) + ((t^2)*((52.94) - (52.904))), (-63.72) + (((1-t)^2) * ((-63.672) - (-63.72))) + ((t^2)*((-63.768) - (-63.72))), t=0..1],[(52.976) + (((1-t)^2) * ((52.94) - (52.976))) + ((t^2)*((53.008) - (52.976))), (-63.816) + (((1-t)^2) * ((-63.768) - (-63.816))) + ((t^2)*((-63.856) - (-63.816))), t=0..1],[(53.04) + (((1-t)^2) * ((53.008) - (53.04))) + ((t^2)*((53.04) - (53.04))), (-63.896) + (((1-t)^2) * ((-63.856) - 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(89.39839))) + ((t^2)*((89.351494) - (89.39839))), (-71.8526) + (((1-t)^2) * ((-71.9129) - (-71.8526))) + ((t^2)*((-71.7655) - (-71.8526))), t=0..1],[(89.304596) + (((1-t)^2) * ((89.351494) - (89.304596))) + ((t^2)*((89.28784) - (89.304596))), (-71.6784) + (((1-t)^2) * ((-71.7655) - (-71.6784))) + ((t^2)*((-71.57455) - (-71.6784))), t=0..1],[(89.271095) + (((1-t)^2) * ((89.28784) - (89.271095))) + ((t^2)*((89.271095) - (89.271095))), (-71.4707) + (((1-t)^2) * ((-71.57455) - (-71.4707))) + ((t^2)*((-71.3702) - (-71.4707))), t=0..1],[(89.271095) + (((1-t)^2) * ((89.271095) - (89.271095))) + ((t^2)*((89.31799) - (89.271095))), (-71.2965) + (((1-t)^2) * ((-71.3702) - (-71.2965))) + ((t^2)*((-71.1625) - (-71.2965))), t=0..1],[(89.3649) + (((1-t)^2) * ((89.31799) - (89.3649))) + ((t^2)*((89.42519) - (89.3649))), (-71.0285) + (((1-t)^2) * ((-71.1625) - (-71.0285))) + ((t^2)*((-70.8878) - (-71.0285))), t=0..1],[(89.4855) + (((1-t)^2) * ((89.42519) - (89.4855))) + ((t^2)*((89.532394) - (89.4855))), (-70.7471) + (((1-t)^2) * ((-70.8878) - (-70.7471))) + ((t^2)*((-70.6131) - (-70.7471))), t=0..1],[(89.57929) + (((1-t)^2) * ((89.532394) - (89.57929))) + ((t^2)*((89.57929) - (89.57929))), (-70.4791) + (((1-t)^2) * ((-70.6131) - (-70.4791))) + ((t^2)*((-70.3987) - (-70.4791))), t=0..1],[(89.57929) + (((1-t)^2) * ((89.57929) - (89.57929))) + ((t^2)*((89.48215) - (89.57929))), (-70.392) + (((1-t)^2) * ((-70.3987) - (-70.392))) + ((t^2)*((-70.3451) - (-70.392))), t=0..1],[(89.384995) + (((1-t)^2) * ((89.48215) - (89.384995))) + ((t^2)*((89.271095) - (89.384995))), (-70.2982) + (((1-t)^2) * ((-70.3451) - (-70.2982))) + ((t^2)*((-70.24125) - (-70.2982))), t=0..1],[(89.157196) + (((1-t)^2) * ((89.271095) - (89.157196))) + ((t^2)*((89.06004) - (89.157196))), (-70.1843) + (((1-t)^2) * ((-70.24125) - (-70.1843))) + ((t^2)*((-70.14075) - (-70.1843))), t=0..1],[(88.9629) + (((1-t)^2) * ((89.06004) - (88.9629))) + ((t^2)*((88.9629) - (88.9629))), (-70.0972) + (((1-t)^2) * ((-70.14075) - (-70.0972))) + ((t^2)*((-70.0905) - (-70.0972))), t=0..1],[(88.8155) + (((1-t)^2) * ((88.9629) - (88.8155))) + ((t^2)*((88.758545) - (88.8155))), (-70.2446) + (((1-t)^2) * ((-70.0905) - (-70.2446))) + ((t^2)*((-70.4188) - (-70.2446))), t=0..1],[(88.7016) + (((1-t)^2) * ((88.758545) - (88.7016))) + ((t^2)*((88.644646) - (88.7016))), (-70.593) + (((1-t)^2) * ((-70.4188) - (-70.593))) + ((t^2)*((-70.7806) - (-70.593))), t=0..1],[(88.58769) + (((1-t)^2) * ((88.644646) - (88.58769))) + ((t^2)*((88.47714) - (88.58769))), (-70.9682) + (((1-t)^2) * ((-70.7806) - (-70.9682))) + ((t^2)*((-71.1558) - (-70.9682))), t=0..1],[(88.36659) + (((1-t)^2) * ((88.47714) - (88.36659))) + ((t^2)*((88.10529) - (88.36659))), (-71.3434) + (((1-t)^2) * ((-71.1558) - (-71.3434))) + ((t^2)*((-71.5243) - (-71.3434))), t=0..1],[(88.098595) + (((1-t)^2) * ((88.10529) - (88.098595))) + ((t^2)*((88.07514) - (88.098595))), (-71.5243) + (((1-t)^2) * ((-71.5243) - (-71.5243))) + ((t^2)*((-71.5176) - (-71.5243))), t=0..1],[(88.0517) + (((1-t)^2) * ((88.07514) - (88.0517))) + ((t^2)*((88.028244) - (88.0517))), (-71.5109) + (((1-t)^2) * ((-71.5176) - (-71.5109))) + ((t^2)*((-71.48075) - (-71.5109))), t=0..1],[(88.0048) + (((1-t)^2) * ((88.028244) - (88.0048))) + ((t^2)*((87.991394) - (88.0048))), (-71.4506) + (((1-t)^2) * ((-71.48075) - (-71.4506))) + ((t^2)*((-71.38695) - (-71.4506))), t=0..1],[(87.978) + (((1-t)^2) * ((87.991394) - (87.978))) + ((t^2)*((87.984695) - (87.978))), (-71.3233) + (((1-t)^2) * ((-71.38695) - (-71.3233))) + ((t^2)*((-71.2027) - (-71.3233))), t=0..1]], color=orange, scaling=constrained,thickness=3):

heart_hands:=plot([[(64.7) + ((64.7) - (64.7))*t, (-54.6) + ((-45.399998) - (-54.6))*t, t=0..1],[(((1-t)^3) * (64.7)) + (3*((1-t)^2)*t*(64.7)) + (3*(1-t)*(t^2)*(62.399998)) + (t^3)*(59.6), (((1-t)^3) * (-45.399998)) + (3*((1-t)^2)*t*(-43.1)) + (3*(1-t)*(t^2)*(-31.399998)) + (t^3)*(-27.899998), t=0..1],[(((1-t)^3) * (59.6)) + (3*((1-t)^2)*t*(57.8)) + (3*(1-t)*(t^2)*(53)) + (t^3)*(48.3), (((1-t)^3) * (-27.899998)) + (3*((1-t)^2)*t*(-25.699997)) + (3*(1-t)*(t^2)*(-22.699997)) + (t^3)*(-19.799997), t=0..1],[(((1-t)^3) * (48.3)) + (3*((1-t)^2)*t*(47.399998)) + (3*(1-t)*(t^2)*(46.7)) + (t^3)*(46.2), (((1-t)^3) * (-19.799997)) + (3*((1-t)^2)*t*(-19.299997)) + (3*(1-t)*(t^2)*(-18.799997)) + (t^3)*(-18.499998), t=0..1],[(((1-t)^3) * (46.2)) + (3*((1-t)^2)*t*(44)) + (3*(1-t)*(t^2)*(41)) + (t^3)*(37.4), (((1-t)^3) * (-18.499998)) + (3*((1-t)^2)*t*(-17)) + (3*(1-t)*(t^2)*(-17.1)) + (t^3)*(-18.7), t=0..1],[(((1-t)^3) * (37.4)) + (3*((1-t)^2)*t*(29.500002)) + (3*(1-t)*(t^2)*(15.600002)) + (t^3)*(13.200001), (((1-t)^3) * (-18.7)) + (3*((1-t)^2)*t*(-22.300001)) + (3*(1-t)*(t^2)*(-30.900002)) + (t^3)*(-32.800003), t=0..1],[(((1-t)^3) * (13.200001)) + (3*((1-t)^2)*t*(9.1)) + (3*(1-t)*(t^2)*(6.100001)) + (t^3)*(3.3000011), (((1-t)^3) * (-32.800003)) + (3*((1-t)^2)*t*(-36.100002)) + (3*(1-t)*(t^2)*(-40.300003)) + (t^3)*(-44.500004), t=0..1],[(3.3000011) + ((3.3000011) - (3.3000011))*t, (-44.500004) + ((-48.800003) - (-44.500004))*t, t=0..1],[(((1-t)^3) * (3.3000011)) + (3*((1-t)^2)*t*(6.6000013)) + (3*(1-t)*(t^2)*(11.400002)) + (t^3)*(15.100001), (((1-t)^3) * (-48.800003)) + (3*((1-t)^2)*t*(-44.700005)) + (3*(1-t)*(t^2)*(-38.100002)) + (t^3)*(-35.100002), t=0..1],[(((1-t)^3) * (15.100001)) + (3*((1-t)^2)*t*(17.400002)) + (3*(1-t)*(t^2)*(31.100002)) + (t^3)*(38.7), (((1-t)^3) * (-35.100002)) + (3*((1-t)^2)*t*(-33.300003)) + (3*(1-t)*(t^2)*(-24.800003)) + (t^3)*(-21.400002), t=0..1],[(((1-t)^3) * (38.7)) + (3*((1-t)^2)*t*(41.3)) + (3*(1-t)*(t^2)*(43.4)) + (t^3)*(44.7), (((1-t)^3) * (-21.400002)) + (3*((1-t)^2)*t*(-20.2)) + (3*(1-t)*(t^2)*(-20.000002)) + (t^3)*(-20.900002), t=0..1],[(((1-t)^3) * (44.7)) + (3*((1-t)^2)*t*(45.2)) + (3*(1-t)*(t^2)*(45.9)) + (t^3)*(46.8), (((1-t)^3) * (-20.900002)) + (3*((1-t)^2)*t*(-21.2)) + (3*(1-t)*(t^2)*(-21.7)) + (t^3)*(-22.2), t=0..1],[(((1-t)^3) * (46.8)) + (3*((1-t)^2)*t*(49.899998)) + (3*(1-t)*(t^2)*(55.8)) + (t^3)*(57.4), (((1-t)^3) * (-22.2)) + (3*((1-t)^2)*t*(-24.1)) + (3*(1-t)*(t^2)*(-27.7)) + (t^3)*(-29.7), t=0..1],[(((1-t)^3) * (57.4)) + (3*((1-t)^2)*t*(58.300003)) + (3*(1-t)*(t^2)*(59.100002)) + (t^3)*(59.7), (((1-t)^3) * (-29.7)) + (3*((1-t)^2)*t*(-30.800001)) + (3*(1-t)*(t^2)*(-32.8)) + (t^3)*(-34.7), t=0..1],[(((1-t)^3) * (59.7)) + (3*((1-t)^2)*t*(58.4)) + (3*(1-t)*(t^2)*(56.5)) + (t^3)*(54.7), (((1-t)^3) * (-34.7)) + (3*((1-t)^2)*t*(-33.7)) + (3*(1-t)*(t^2)*(-32.5)) + (t^3)*(-31.2), t=0..1],[(((1-t)^3) * (54.7)) + (3*((1-t)^2)*t*(52.5)) + (3*(1-t)*(t^2)*(50.4)) + (t^3)*(49.5), (((1-t)^3) * (-31.2)) + (3*((1-t)^2)*t*(-29.7)) + (3*(1-t)*(t^2)*(-28.300001)) + (t^3)*(-27.6), t=0..1],[(((1-t)^3) * (49.5)) + (3*((1-t)^2)*t*(44.5)) + (3*(1-t)*(t^2)*(38.6)) + (t^3)*(36.3), (((1-t)^3) * (-27.6)) + (3*((1-t)^2)*t*(-23.800001)) + (3*(1-t)*(t^2)*(-25.6)) + (t^3)*(-26.5), t=0..1],[(((1-t)^3) * (36.3)) + (3*((1-t)^2)*t*(33.8)) + (3*(1-t)*(t^2)*(26.3)) + (t^3)*(24.9), (((1-t)^3) * (-26.5)) + (3*((1-t)^2)*t*(-27.5)) + (3*(1-t)*(t^2)*(-32.7)) + (t^3)*(-33.5), t=0..1],[(((1-t)^3) * (24.9)) + (3*((1-t)^2)*t*(22.5)) + (3*(1-t)*(t^2)*(21)) + (t^3)*(20.9), (((1-t)^3) * (-33.5)) + (3*((1-t)^2)*t*(-35)) + (3*(1-t)*(t^2)*(-36.9)) + (t^3)*(-37.3), t=0..1],[(((1-t)^3) * (20.9)) + (3*((1-t)^2)*t*(20.7)) + (3*(1-t)*(t^2)*(24)) + (t^3)*(24), (((1-t)^3) * (-37.3)) + (3*((1-t)^2)*t*(-38)) + (3*(1-t)*(t^2)*(-36.2)) + (t^3)*(-36.2), t=0..1],[(((1-t)^3) * (24)) + (3*((1-t)^2)*t*(24.1)) + (3*(1-t)*(t^2)*(34.4)) + (t^3)*(37.4), (((1-t)^3) * (-36.2)) + (3*((1-t)^2)*t*(-36.100002)) + (3*(1-t)*(t^2)*(-30.5)) + (t^3)*(-29.300001), t=0..1],[(((1-t)^3) * (37.4)) + (3*((1-t)^2)*t*(39.7)) + (3*(1-t)*(t^2)*(44.100002)) + (t^3)*(47.7), (((1-t)^3) * (-29.300001)) + (3*((1-t)^2)*t*(-28.400002)) + (3*(1-t)*(t^2)*(-27.300001)) + (t^3)*(-30.000002), t=0..1],[(((1-t)^3) * (47.7)) + (3*((1-t)^2)*t*(48.7)) + (3*(1-t)*(t^2)*(50.8)) + (t^3)*(53), (((1-t)^3) * (-30.000002)) + (3*((1-t)^2)*t*(-30.700003)) + (3*(1-t)*(t^2)*(-32.2)) + (t^3)*(-33.7), t=0..1],[(((1-t)^3) * (53)) + (3*((1-t)^2)*t*(55.6)) + (3*(1-t)*(t^2)*(58.5)) + (t^3)*(59.4), (((1-t)^3) * (-33.7)) + (3*((1-t)^2)*t*(-35.5)) + (3*(1-t)*(t^2)*(-37.5)) + (t^3)*(-38.2), t=0..1],[(((1-t)^3) * (59.4)) + (3*((1-t)^2)*t*(60.4)) + (3*(1-t)*(t^2)*(61.5)) + (t^3)*(62), (((1-t)^3) * (-38.2)) + (3*((1-t)^2)*t*(-39)) + (3*(1-t)*(t^2)*(-39.4)) + (t^3)*(-43.5), t=0..1],[(62) + ((63.1) - (62))*t, (-43.5) + ((-52.4) - (-43.5))*t, t=0..1],[(((1-t)^3) * (63.1)) + (3*((1-t)^2)*t*(63.1)) + (3*(1-t)*(t^2)*(61.199997)) + (t^3)*(60.5), (((1-t)^3) * (-52.4)) + (3*((1-t)^2)*t*(-54.100002)) + (3*(1-t)*(t^2)*(-54.300003)) + (t^3)*(-54), t=0..1],[(((1-t)^3) * (60.5)) + (3*((1-t)^2)*t*(56.7)) + (3*(1-t)*(t^2)*(56.5)) + (t^3)*(56), (((1-t)^3) * (-54)) + (3*((1-t)^2)*t*(-52.6)) + (3*(1-t)*(t^2)*(-49.5)) + (t^3)*(-48.1), t=0..1],[(((1-t)^3) * (56)) + (3*((1-t)^2)*t*(55.5)) + (3*(1-t)*(t^2)*(55)) + (t^3)*(54.1), (((1-t)^3) * (-48.1)) + (3*((1-t)^2)*t*(-46.6)) + (3*(1-t)*(t^2)*(-45.1)) + (t^3)*(-44.199997), t=0..1],[(((1-t)^3) * (54.1)) + (3*((1-t)^2)*t*(52.3)) + (3*(1-t)*(t^2)*(45.3)) + (t^3)*(42.6), (((1-t)^3) * (-44.199997)) + (3*((1-t)^2)*t*(-42.499996)) + (3*(1-t)*(t^2)*(-40.299995)) + (t^3)*(-40.699997), t=0..1],[(((1-t)^3) * (42.6)) + (3*((1-t)^2)*t*(39.199997)) + (3*(1-t)*(t^2)*(28.999998)) + (t^3)*(26.599998), (((1-t)^3) * (-40.699997)) + (3*((1-t)^2)*t*(-41.199997)) + (3*(1-t)*(t^2)*(-44.799995)) + (t^3)*(-55.199997), t=0..1],[(((1-t)^3) * (26.599998)) + (3*((1-t)^2)*t*(25.199999)) + (3*(1-t)*(t^2)*(26.999998)) + (t^3)*(33.199997), (((1-t)^3) * (-55.199997)) + (3*((1-t)^2)*t*(-61.499996)) + (3*(1-t)*(t^2)*(-70.6)) + (t^3)*(-75.799995), t=0..1],[(((1-t)^3) * (33.199997)) + (3*((1-t)^2)*t*(39.499996)) + (3*(1-t)*(t^2)*(44.6)) + (t^3)*(49.199997), (((1-t)^3) * (-75.799995)) + (3*((1-t)^2)*t*(-81.1)) + (3*(1-t)*(t^2)*(-83.7)) + (t^3)*(-86.1), t=0..1],[(49.199997) + ((50.499996) - (49.199997))*t, (-86.1) + ((-86.799995) - (-86.1))*t, t=0..1],[(((1-t)^3) * (50.499996)) + (3*((1-t)^2)*t*(54.199997)) + (3*(1-t)*(t^2)*(58.399998)) + (t^3)*(60.699997), (((1-t)^3) * (-86.799995)) + (3*((1-t)^2)*t*(-88.7)) + (3*(1-t)*(t^2)*(-90.799995)) + (t^3)*(-96.399994), t=0..1],[(((1-t)^3) * (60.699997)) + (3*((1-t)^2)*t*(61.399998)) + (3*(1-t)*(t^2)*(61.499996)) + (t^3)*(60.299995), (((1-t)^3) * (-96.399994)) + (3*((1-t)^2)*t*(-98.09999)) + (3*(1-t)*(t^2)*(-100.49999)) + (t^3)*(-101.799995), t=0..1],[(((1-t)^3) * (60.299995)) + (3*((1-t)^2)*t*(59.799995)) + (3*(1-t)*(t^2)*(58.899994)) + (t^3)*(58.399994), (((1-t)^3) * (-101.799995)) + (3*((1-t)^2)*t*(-102.299995)) + (3*(1-t)*(t^2)*(-102.299995)) + (t^3)*(-101.899994), t=0..1],[(((1-t)^3) * (58.399994)) + (3*((1-t)^2)*t*(52.499992)) + (3*(1-t)*(t^2)*(42.599995)) + (t^3)*(25.599995), (((1-t)^3) * (-101.899994)) + (3*((1-t)^2)*t*(-96.899994)) + (3*(1-t)*(t^2)*(-90.399994)) + (t^3)*(-90.99999), t=0..1],[(((1-t)^3) * (25.599995)) + (3*((1-t)^2)*t*(22.099995)) + (3*(1-t)*(t^2)*(15.599995)) + (t^3)*(10.199995), (((1-t)^3) * (-90.99999)) + (3*((1-t)^2)*t*(-91.09999)) + (3*(1-t)*(t^2)*(-91.99999)) + (t^3)*(-86.799995), t=0..1],[(((1-t)^3) * (10.199995)) + (3*((1-t)^2)*t*(9.199995)) + (3*(1-t)*(t^2)*(8.399995)) + (t^3)*(7.899995), (((1-t)^3) * (-86.799995)) + (3*((1-t)^2)*t*(-85.899994)) + (3*(1-t)*(t^2)*(-84.899994)) + (t^3)*(-84.299995), t=0..1],[(((1-t)^3) * (7.899995)) + (3*((1-t)^2)*t*(7.699995)) + (3*(1-t)*(t^2)*(7.299995)) + (t^3)*(7.299995), (((1-t)^3) * (-84.299995)) + (3*((1-t)^2)*t*(-84.1)) + (3*(1-t)*(t^2)*(-84.2)) + (t^3)*(-84.49999), t=0..1],[(((1-t)^3) * (7.299995)) + (3*((1-t)^2)*t*(7.099995)) + (3*(1-t)*(t^2)*(11.899995)) + (t^3)*(14.299995), (((1-t)^3) * (-84.49999)) + (3*((1-t)^2)*t*(-87.99999)) + (3*(1-t)*(t^2)*(-92.299995)) + (t^3)*(-92.69999), t=0..1],[(((1-t)^3) * (14.299995)) + (3*((1-t)^2)*t*(9.399996)) + (3*(1-t)*(t^2)*(5.399996)) + (t^3)*(3.2999954), (((1-t)^3) * (-92.69999)) + (3*((1-t)^2)*t*(-95.09999)) + (3*(1-t)*(t^2)*(-99.29999)) + (t^3)*(-101.79999), t=0..1],[(3.2999954) + ((3.2999954) - (3.2999954))*t, (-101.79999) + ((-106.29999) - (-101.79999))*t, t=0..1],[(((1-t)^3) * (3.2999954)) + (3*((1-t)^2)*t*(6.499995)) + (3*(1-t)*(t^2)*(13.899996)) + (t^3)*(20.499996), (((1-t)^3) * (-106.29999)) + (3*((1-t)^2)*t*(-102.499985)) + (3*(1-t)*(t^2)*(-94.69999)) + (t^3)*(-93.79999), t=0..1],[(((1-t)^3) * (20.499996)) + (3*((1-t)^2)*t*(22.499996)) + (3*(1-t)*(t^2)*(24.299995)) + (t^3)*(25.699997), (((1-t)^3) * (-93.79999)) + (3*((1-t)^2)*t*(-93.999985)) + (3*(1-t)*(t^2)*(-93.999985)) + (t^3)*(-93.89999), t=0..1],[(((1-t)^3) * (25.699997)) + (3*((1-t)^2)*t*(41.799995)) + (3*(1-t)*(t^2)*(50.999996)) + (t^3)*(56.499996), (((1-t)^3) * (-93.89999)) + (3*((1-t)^2)*t*(-93.39999)) + (3*(1-t)*(t^2)*(-99.499985)) + (t^3)*(-104.09998), t=0..1],[(((1-t)^3) * (56.499996)) + (3*((1-t)^2)*t*(57.299995)) + (3*(1-t)*(t^2)*(58.299995)) + (t^3)*(59.399998), (((1-t)^3) * (-104.09998)) + (3*((1-t)^2)*t*(-104.79998)) + (3*(1-t)*(t^2)*(-105.09998)) + (t^3)*(-105.09998), t=0..1],[(((1-t)^3) * (59.399998)) + (3*((1-t)^2)*t*(60.6)) + (3*(1-t)*(t^2)*(61.699997)) + (t^3)*(62.6), (((1-t)^3) * (-105.09998)) + (3*((1-t)^2)*t*(-105.09998)) + (3*(1-t)*(t^2)*(-104.69998)) + (t^3)*(-103.79998), t=0..1],[(((1-t)^3) * (62.6)) + (3*((1-t)^2)*t*(64.799995)) + (3*(1-t)*(t^2)*(64.7)) + (t^3)*(63.6), (((1-t)^3) * (-103.79998)) + (3*((1-t)^2)*t*(-101.49998)) + (3*(1-t)*(t^2)*(-97.79998)) + (t^3)*(-95.19998), t=0..1],[(((1-t)^3) * (63.6)) + (3*((1-t)^2)*t*(60.9)) + (3*(1-t)*(t^2)*(55.7)) + (t^3)*(52), (((1-t)^3) * (-95.19998)) + (3*((1-t)^2)*t*(-88.7)) + (3*(1-t)*(t^2)*(-86)) + (t^3)*(-84.1), t=0..1],[(52) + ((50.7) - (52))*t, (-84.1) + ((-83.4) - (-84.1))*t, t=0..1],[(((1-t)^3) * (50.7)) + (3*((1-t)^2)*t*(46.100002)) + (3*(1-t)*(t^2)*(41.300003)) + (t^3)*(35.300003), (((1-t)^3) * (-83.4)) + (3*((1-t)^2)*t*(-81)) + (3*(1-t)*(t^2)*(-78.5)) + (t^3)*(-73.5), t=0..1],[(((1-t)^3) * (35.300003)) + (3*((1-t)^2)*t*(30.100002)) + (3*(1-t)*(t^2)*(28.500004)) + (t^3)*(29.700003), (((1-t)^3) * (-73.5)) + (3*((1-t)^2)*t*(-69.1)) + (3*(1-t)*(t^2)*(-61.2)) + (t^3)*(-55.9), t=0..1],[(((1-t)^3) * (29.700003)) + (3*((1-t)^2)*t*(31.9)) + (3*(1-t)*(t^2)*(42.9)) + (t^3)*(43), (((1-t)^3) * (-55.9)) + (3*((1-t)^2)*t*(-45.9)) + (3*(1-t)*(t^2)*(-44)) + (t^3)*(-44), t=0..1],[(((1-t)^3) * (43)) + (3*((1-t)^2)*t*(44.9)) + (3*(1-t)*(t^2)*(50.9)) + (t^3)*(52), (((1-t)^3) * (-44)) + (3*((1-t)^2)*t*(-43.8)) + (3*(1-t)*(t^2)*(-45.7)) + (t^3)*(-46.7), t=0..1],[(((1-t)^3) * (52)) + (3*((1-t)^2)*t*(53)) + (3*(1-t)*(t^2)*(53.5)) + (t^3)*(56.1), (((1-t)^3) * (-46.7)) + (3*((1-t)^2)*t*(-47.600002)) + (3*(1-t)*(t^2)*(-52)) + (t^3)*(-54.4), t=0..1],[(((1-t)^3) * (56.1)) + (3*((1-t)^2)*t*(60.6)) + (3*(1-t)*(t^2)*(64.7)) + (t^3)*(64.7), (((1-t)^3) * (-54.4)) + (3*((1-t)^2)*t*(-58.8)) + (3*(1-t)*(t^2)*(-56)) + (t^3)*(-54.6), t=0..1],[(63.3) + ((63.3) - (63.3))*t, (-54.6) + ((-45.399998) - (-54.6))*t, t=0..1],[(((1-t)^3) * (63.3)) + (3*((1-t)^2)*t*(63.3)) + (3*(1-t)*(t^2)*(65.6)) + (t^3)*(68.4), (((1-t)^3) * (-45.399998)) + (3*((1-t)^2)*t*(-43.1)) + (3*(1-t)*(t^2)*(-31.399998)) + (t^3)*(-27.899998), t=0..1],[(((1-t)^3) * (68.4)) + (3*((1-t)^2)*t*(70.200005)) + (3*(1-t)*(t^2)*(75)) + (t^3)*(79.700005), (((1-t)^3) * (-27.899998)) + (3*((1-t)^2)*t*(-25.699997)) + (3*(1-t)*(t^2)*(-22.699997)) + (t^3)*(-19.799997), t=0..1],[(((1-t)^3) * (79.700005)) + (3*((1-t)^2)*t*(80.600006)) + (3*(1-t)*(t^2)*(81.3)) + (t^3)*(81.8), (((1-t)^3) * (-19.799997)) + (3*((1-t)^2)*t*(-19.299997)) + (3*(1-t)*(t^2)*(-18.799997)) + (t^3)*(-18.499998), t=0..1],[(((1-t)^3) * (81.8)) + (3*((1-t)^2)*t*(84.100006)) + (3*(1-t)*(t^2)*(87)) + (t^3)*(90.700005), (((1-t)^3) * (-18.499998)) + (3*((1-t)^2)*t*(-16.999998)) + (3*(1-t)*(t^2)*(-17.099998)) + (t^3)*(-18.799997), t=0..1],[(((1-t)^3) * (90.700005)) + (3*((1-t)^2)*t*(98.600006)) + (3*(1-t)*(t^2)*(112.5)) + (t^3)*(114.90001), (((1-t)^3) * (-18.799997)) + (3*((1-t)^2)*t*(-22.399998)) + (3*(1-t)*(t^2)*(-30.999996)) + (t^3)*(-32.899998), t=0..1],[(((1-t)^3) * (114.90001)) + (3*((1-t)^2)*t*(119.00001)) + (3*(1-t)*(t^2)*(122.00001)) + (t^3)*(124.80001), (((1-t)^3) * (-32.899998)) + (3*((1-t)^2)*t*(-36.199997)) + (3*(1-t)*(t^2)*(-40.399998)) + (t^3)*(-44.6), t=0..1],[(124.80001) + ((124.80001) - (124.80001))*t, (-44.6) + ((-48.899998) - (-44.6))*t, t=0..1],[(((1-t)^3) * (124.80001)) + (3*((1-t)^2)*t*(121.50001)) + (3*(1-t)*(t^2)*(116.70001)) + (t^3)*(113.00001), (((1-t)^3) * (-48.899998)) + (3*((1-t)^2)*t*(-44.8)) + (3*(1-t)*(t^2)*(-38.199997)) + (t^3)*(-35.199997), t=0..1],[(((1-t)^3) * (113.00001)) + (3*((1-t)^2)*t*(110.700005)) + (3*(1-t)*(t^2)*(97.00001)) + (t^3)*(89.40001), (((1-t)^3) * (-35.199997)) + (3*((1-t)^2)*t*(-33.399998)) + (3*(1-t)*(t^2)*(-24.899998)) + (t^3)*(-21.499996), t=0..1],[(((1-t)^3) * (89.40001)) + (3*((1-t)^2)*t*(86.80001)) + (3*(1-t)*(t^2)*(84.70001)) + (t^3)*(83.40001), (((1-t)^3) * (-21.499996)) + (3*((1-t)^2)*t*(-20.299995)) + (3*(1-t)*(t^2)*(-20.099997)) + (t^3)*(-20.999996), t=0..1],[(((1-t)^3) * (83.40001)) + (3*((1-t)^2)*t*(82.90001)) + (3*(1-t)*(t^2)*(82.20001)) + (t^3)*(81.30001), (((1-t)^3) * (-20.999996)) + (3*((1-t)^2)*t*(-21.299995)) + (3*(1-t)*(t^2)*(-21.799995)) + (t^3)*(-22.299995), t=0..1],[(((1-t)^3) * (81.30001)) + (3*((1-t)^2)*t*(78.20001)) + (3*(1-t)*(t^2)*(72.30001)) + (t^3)*(70.70001), (((1-t)^3) * (-22.299995)) + (3*((1-t)^2)*t*(-24.199995)) + (3*(1-t)*(t^2)*(-27.799995)) + (t^3)*(-29.799995), t=0..1],[(((1-t)^3) * (70.70001)) + (3*((1-t)^2)*t*(69.80001)) + (3*(1-t)*(t^2)*(69.000015)) + (t^3)*(68.40001), (((1-t)^3) * (-29.799995)) + (3*((1-t)^2)*t*(-30.899996)) + (3*(1-t)*(t^2)*(-32.899994)) + (t^3)*(-34.799995), t=0..1],[(((1-t)^3) * (68.40001)) + (3*((1-t)^2)*t*(69.70001)) + (3*(1-t)*(t^2)*(71.600006)) + (t^3)*(73.40001), (((1-t)^3) * (-34.799995)) + (3*((1-t)^2)*t*(-33.799995)) + (3*(1-t)*(t^2)*(-32.599995)) + (t^3)*(-31.299995), t=0..1],[(((1-t)^3) * (73.40001)) + (3*((1-t)^2)*t*(75.600006)) + (3*(1-t)*(t^2)*(77.70001)) + (t^3)*(78.600006), (((1-t)^3) * (-31.299995)) + (3*((1-t)^2)*t*(-29.799995)) + (3*(1-t)*(t^2)*(-28.399996)) + (t^3)*(-27.699995), t=0..1],[(((1-t)^3) * (78.600006)) + (3*((1-t)^2)*t*(83.600006)) + (3*(1-t)*(t^2)*(89.50001)) + (t^3)*(91.8), (((1-t)^3) * (-27.699995)) + (3*((1-t)^2)*t*(-23.899996)) + (3*(1-t)*(t^2)*(-25.699995)) + (t^3)*(-26.599995), t=0..1],[(((1-t)^3) * (91.8)) + (3*((1-t)^2)*t*(94.3)) + (3*(1-t)*(t^2)*(101.8)) + (t^3)*(103.200005), (((1-t)^3) * (-26.599995)) + (3*((1-t)^2)*t*(-27.599995)) + (3*(1-t)*(t^2)*(-32.799995)) + (t^3)*(-33.599995), t=0..1],[(((1-t)^3) * (103.200005)) + (3*((1-t)^2)*t*(105.600006)) + (3*(1-t)*(t^2)*(107.100006)) + (t^3)*(107.200005), (((1-t)^3) * (-33.599995)) + (3*((1-t)^2)*t*(-35.099995)) + (3*(1-t)*(t^2)*(-36.999996)) + (t^3)*(-37.399994), t=0..1],[(((1-t)^3) * (107.200005)) + (3*((1-t)^2)*t*(107.3)) + (3*(1-t)*(t^2)*(104.100006)) + (t^3)*(104.100006), (((1-t)^3) * (-37.399994)) + (3*((1-t)^2)*t*(-37.899994)) + (3*(1-t)*(t^2)*(-36.099995)) + (t^3)*(-36.099995), t=0..1],[(((1-t)^3) * (104.100006)) + (3*((1-t)^2)*t*(104.00001)) + (3*(1-t)*(t^2)*(93.700005)) + (t^3)*(90.700005), (((1-t)^3) * (-36.099995)) + (3*((1-t)^2)*t*(-35.999996)) + (3*(1-t)*(t^2)*(-30.399994)) + (t^3)*(-29.199995), t=0..1],[(((1-t)^3) * (90.700005)) + (3*((1-t)^2)*t*(88.4)) + (3*(1-t)*(t^2)*(84.00001)) + (t^3)*(80.4), (((1-t)^3) * (-29.199995)) + (3*((1-t)^2)*t*(-28.299995)) + (3*(1-t)*(t^2)*(-27.199995)) + (t^3)*(-29.899996), t=0..1],[(((1-t)^3) * (80.4)) + (3*((1-t)^2)*t*(79.4)) + (3*(1-t)*(t^2)*(77.3)) + (t^3)*(75.1), (((1-t)^3) * (-29.899996)) + (3*((1-t)^2)*t*(-30.599997)) + (3*(1-t)*(t^2)*(-32.099995)) + (t^3)*(-33.599995), t=0..1],[(((1-t)^3) * (75.1)) + (3*((1-t)^2)*t*(72.5)) + (3*(1-t)*(t^2)*(69.6)) + (t^3)*(68.7), (((1-t)^3) * (-33.599995)) + (3*((1-t)^2)*t*(-35.399994)) + (3*(1-t)*(t^2)*(-37.399994)) + (t^3)*(-38.099995), t=0..1],[(((1-t)^3) * (68.7)) + (3*((1-t)^2)*t*(67.7)) + (3*(1-t)*(t^2)*(66.6)) + (t^3)*(66.1), (((1-t)^3) * (-38.099995)) + (3*((1-t)^2)*t*(-38.899994)) + (3*(1-t)*(t^2)*(-39.299995)) + (t^3)*(-43.399994), t=0..1],[(66.1) + ((65) - (66.1))*t, (-43.399994) + ((-52.6) - (-43.399994))*t, t=0..1],[(((1-t)^3) * (65)) + (3*((1-t)^2)*t*(65)) + (3*(1-t)*(t^2)*(66.9)) + (t^3)*(67.6), (((1-t)^3) * (-52.6)) + (3*((1-t)^2)*t*(-54.3)) + (3*(1-t)*(t^2)*(-54.5)) + (t^3)*(-54.199997), t=0..1],[(((1-t)^3) * (67.6)) + (3*((1-t)^2)*t*(71.4)) + (3*(1-t)*(t^2)*(71.6)) + (t^3)*(72), (((1-t)^3) * (-54.199997)) + (3*((1-t)^2)*t*(-52.799995)) + (3*(1-t)*(t^2)*(-49.699997)) + (t^3)*(-48.299995), t=0..1],[(((1-t)^3) * (72)) + (3*((1-t)^2)*t*(72.5)) + (3*(1-t)*(t^2)*(72.9)) + (t^3)*(73.9), (((1-t)^3) * (-48.299995)) + (3*((1-t)^2)*t*(-46.799995)) + (3*(1-t)*(t^2)*(-45.299995)) + (t^3)*(-44.399994), t=0..1],[(((1-t)^3) * (73.9)) + (3*((1-t)^2)*t*(75.700005)) + (3*(1-t)*(t^2)*(82.700005)) + (t^3)*(85.4), (((1-t)^3) * (-44.399994)) + (3*((1-t)^2)*t*(-42.699993)) + (3*(1-t)*(t^2)*(-40.499992)) + (t^3)*(-40.899994), t=0..1],[(((1-t)^3) * (85.4)) + (3*((1-t)^2)*t*(88.8)) + (3*(1-t)*(t^2)*(99)) + (t^3)*(101.4), (((1-t)^3) * (-40.899994)) + (3*((1-t)^2)*t*(-41.399994)) + (3*(1-t)*(t^2)*(-44.999992)) + (t^3)*(-55.399994), t=0..1],[(((1-t)^3) * (101.4)) + (3*((1-t)^2)*t*(102.8)) + (3*(1-t)*(t^2)*(101)) + (t^3)*(94.8), (((1-t)^3) * (-55.399994)) + (3*((1-t)^2)*t*(-61.699993)) + (3*(1-t)*(t^2)*(-70.799995)) + (t^3)*(-75.99999), t=0..1],[(((1-t)^3) * (94.8)) + (3*((1-t)^2)*t*(88.5)) + (3*(1-t)*(t^2)*(83.4)) + (t^3)*(78.8), (((1-t)^3) * (-75.99999)) + (3*((1-t)^2)*t*(-81.299995)) + (3*(1-t)*(t^2)*(-83.899994)) + (t^3)*(-86.299995), t=0..1],[(78.8) + ((77.5) - (78.8))*t, (-86.299995) + ((-87) - (-86.299995))*t, t=0..1],[(((1-t)^3) * (77.5)) + (3*((1-t)^2)*t*(73.8)) + (3*(1-t)*(t^2)*(69.6)) + (t^3)*(67.3), (((1-t)^3) * (-87)) + (3*((1-t)^2)*t*(-88.9)) + (3*(1-t)*(t^2)*(-91)) + (t^3)*(-96.6), t=0..1],[(((1-t)^3) * (67.3)) + (3*((1-t)^2)*t*(66.600006)) + (3*(1-t)*(t^2)*(66.5)) + (t^3)*(67.700005), (((1-t)^3) * (-96.6)) + (3*((1-t)^2)*t*(-98.299995)) + (3*(1-t)*(t^2)*(-100.7)) + (t^3)*(-102), t=0..1],[(((1-t)^3) * (67.700005)) + (3*((1-t)^2)*t*(68.200005)) + (3*(1-t)*(t^2)*(69.100006)) + (t^3)*(69.600006), (((1-t)^3) * (-102)) + (3*((1-t)^2)*t*(-102.5)) + (3*(1-t)*(t^2)*(-102.5)) + (t^3)*(-102.1), t=0..1],[(((1-t)^3) * (69.600006)) + (3*((1-t)^2)*t*(75.50001)) + (3*(1-t)*(t^2)*(85.40001)) + (t^3)*(102.40001), (((1-t)^3) * (-102.1)) + (3*((1-t)^2)*t*(-97.1)) + (3*(1-t)*(t^2)*(-90.6)) + (t^3)*(-91.2), t=0..1],[(((1-t)^3) * (102.40001)) + (3*((1-t)^2)*t*(105.90001)) + (3*(1-t)*(t^2)*(112.40001)) + (t^3)*(117.80001), (((1-t)^3) * (-91.2)) + (3*((1-t)^2)*t*(-91.299995)) + (3*(1-t)*(t^2)*(-92.2)) + (t^3)*(-87), t=0..1],[(((1-t)^3) * (117.80001)) + (3*((1-t)^2)*t*(118.80001)) + (3*(1-t)*(t^2)*(119.60001)) + (t^3)*(120.10001), (((1-t)^3) * (-87)) + (3*((1-t)^2)*t*(-86.1)) + (3*(1-t)*(t^2)*(-85.1)) + (t^3)*(-84.5), t=0..1],[(((1-t)^3) * (120.10001)) + (3*((1-t)^2)*t*(120.30001)) + (3*(1-t)*(t^2)*(120.70001)) + (t^3)*(120.70001), (((1-t)^3) * (-84.5)) + (3*((1-t)^2)*t*(-84.3)) + (3*(1-t)*(t^2)*(-84.4)) + (t^3)*(-84.7), t=0..1],[(((1-t)^3) * (120.70001)) + (3*((1-t)^2)*t*(120.90001)) + (3*(1-t)*(t^2)*(116.10001)) + (t^3)*(113.70001), (((1-t)^3) * (-84.7)) + (3*((1-t)^2)*t*(-88.2)) + (3*(1-t)*(t^2)*(-92.5)) + (t^3)*(-92.899994), t=0..1],[(((1-t)^3) * (113.70001)) + (3*((1-t)^2)*t*(118.60001)) + (3*(1-t)*(t^2)*(122.60001)) + (t^3)*(124.70001), (((1-t)^3) * (-92.899994)) + (3*((1-t)^2)*t*(-95.299995)) + (3*(1-t)*(t^2)*(-99.49999)) + (t^3)*(-101.99999), t=0..1],[(124.70001) + ((124.70001) - (124.70001))*t, (-101.99999) + ((-106.49999) - (-101.99999))*t, t=0..1],[(((1-t)^3) * (124.70001)) + (3*((1-t)^2)*t*(121.500015)) + (3*(1-t)*(t^2)*(114.10001)) + (t^3)*(107.500015), (((1-t)^3) * (-106.49999)) + (3*((1-t)^2)*t*(-102.69999)) + (3*(1-t)*(t^2)*(-94.899994)) + (t^3)*(-93.99999), t=0..1],[(((1-t)^3) * (107.500015)) + (3*((1-t)^2)*t*(105.500015)) + (3*(1-t)*(t^2)*(103.70001)) + (t^3)*(102.30002), (((1-t)^3) * (-93.99999)) + (3*((1-t)^2)*t*(-94.19999)) + (3*(1-t)*(t^2)*(-94.19999)) + (t^3)*(-94.09999), t=0..1],[(((1-t)^3) * (102.30002)) + (3*((1-t)^2)*t*(86.30002)) + (3*(1-t)*(t^2)*(77.000015)) + (t^3)*(71.500015), (((1-t)^3) * (-94.09999)) + (3*((1-t)^2)*t*(-93.59999)) + (3*(1-t)*(t^2)*(-99.69999)) + (t^3)*(-104.29999), t=0..1],[(((1-t)^3) * (71.500015)) + (3*((1-t)^2)*t*(70.70001)) + (3*(1-t)*(t^2)*(69.70001)) + (t^3)*(68.60001), (((1-t)^3) * (-104.29999)) + (3*((1-t)^2)*t*(-104.999985)) + (3*(1-t)*(t^2)*(-105.29999)) + (t^3)*(-105.29999), t=0..1],[(((1-t)^3) * (68.60001)) + (3*((1-t)^2)*t*(67.40002)) + (3*(1-t)*(t^2)*(66.30001)) + (t^3)*(65.40002), (((1-t)^3) * (-105.29999)) + (3*((1-t)^2)*t*(-105.29999)) + (3*(1-t)*(t^2)*(-104.89999)) + (t^3)*(-103.999985), t=0..1],[(((1-t)^3) * (65.40002)) + (3*((1-t)^2)*t*(63.200016)) + (3*(1-t)*(t^2)*(63.30002)) + (t^3)*(64.40002), (((1-t)^3) * (-103.999985)) + (3*((1-t)^2)*t*(-101.69998)) + (3*(1-t)*(t^2)*(-97.999985)) + (t^3)*(-95.39999), t=0..1],[(((1-t)^3) * (64.40002)) + (3*((1-t)^2)*t*(67.10001)) + (3*(1-t)*(t^2)*(72.30002)) + (t^3)*(76.000015), (((1-t)^3) * (-95.39999)) + (3*((1-t)^2)*t*(-88.89999)) + (3*(1-t)*(t^2)*(-86.19999)) + (t^3)*(-84.29999), t=0..1],[(76.000015) + ((77.30002) - (76.000015))*t, (-84.29999) + ((-83.59999) - (-84.29999))*t, t=0..1],[(((1-t)^3) * (77.30002)) + (3*((1-t)^2)*t*(81.90002)) + (3*(1-t)*(t^2)*(86.70002)) + (t^3)*(92.70002), (((1-t)^3) * (-83.59999)) + (3*((1-t)^2)*t*(-81.19999)) + (3*(1-t)*(t^2)*(-78.69999)) + (t^3)*(-73.69999), t=0..1],[(((1-t)^3) * (92.70002)) + (3*((1-t)^2)*t*(97.90002)) + (3*(1-t)*(t^2)*(99.50002)) + (t^3)*(98.30002), (((1-t)^3) * (-73.69999)) + (3*((1-t)^2)*t*(-69.29999)) + (3*(1-t)*(t^2)*(-61.39999)) + (t^3)*(-56.09999), t=0..1],[(((1-t)^3) * (98.30002)) + (3*((1-t)^2)*t*(96.1)) + (3*(1-t)*(t^2)*(85.1)) + (t^3)*(85), (((1-t)^3) * (-56.09999)) + (3*((1-t)^2)*t*(-45.9)) + (3*(1-t)*(t^2)*(-44)) + (t^3)*(-44), t=0..1],[(((1-t)^3) * (85)) + (3*((1-t)^2)*t*(83.1)) + (3*(1-t)*(t^2)*(77.1)) + (t^3)*(76), (((1-t)^3) * (-44)) + (3*((1-t)^2)*t*(-43.8)) + (3*(1-t)*(t^2)*(-45.7)) + (t^3)*(-46.7), t=0..1],[(((1-t)^3) * (76)) + (3*((1-t)^2)*t*(75)) + (3*(1-t)*(t^2)*(74.4)) + (t^3)*(71.9), (((1-t)^3) * (-46.7)) + (3*((1-t)^2)*t*(-47.600002)) + (3*(1-t)*(t^2)*(-52)) + (t^3)*(-54.4), t=0..1],[(((1-t)^3) * (71.9)) + (3*((1-t)^2)*t*(67.4)) + (3*(1-t)*(t^2)*(63.3)) + (t^3)*(63.3), (((1-t)^3) * (-54.4)) + (3*((1-t)^2)*t*(-58.8)) + (3*(1-t)*(t^2)*(-56)) + (t^3)*(-54.6), t=0..1]], thickness=10, color=ColorTools:-Color(ColorTools:-HexToRGB24("#b98e6c"))):

sparkle:=plot([[(118.107) + ((119.834) - (118.107))*t, (-26.226) + ((-25.841) - (-26.226))*t, t=0..1],[(119.834) + ((118.107) - (119.834))*t, (-25.841) + ((-25.456) - (-25.841))*t, t=0..1],[(((1-t)^3) * (118.107)) + (3*((1-t)^2)*t*(116.908)) + (3*(1-t)*(t^2)*(116.006)) + (t^3)*(115.852), (((1-t)^3) * (-25.456)) + (3*((1-t)^2)*t*(-25.192)) + (3*(1-t)*(t^2)*(-24.202)) + (t^3)*(-22.980999), t=0..1],[(115.852) + ((115.489) - (115.852))*t, (-22.980999) + ((-20.495) - (-22.980999))*t, t=0..1],[(115.489) + ((115.126) - (115.489))*t, (-20.495) + ((-22.980999) - (-20.495))*t, t=0..1],[(((1-t)^3) * (115.126)) + (3*((1-t)^2)*t*(114.983)) + (3*(1-t)*(t^2)*(114.07)) + (t^3)*(112.871), (((1-t)^3) * (-22.980999)) + (3*((1-t)^2)*t*(-24.202)) + (3*(1-t)*(t^2)*(-25.192)) + (t^3)*(-25.445), t=0..1],[(112.871) + ((111.144) - (112.871))*t, (-25.445) + ((-25.83) - (-25.445))*t, t=0..1],[(111.144) + ((112.871) - (111.144))*t, (-25.83) + ((-26.215) - (-25.83))*t, t=0..1],[(((1-t)^3) * (112.871)) + (3*((1-t)^2)*t*(114.07)) + (3*(1-t)*(t^2)*(114.983)) + (t^3)*(115.126), (((1-t)^3) * (-26.215)) + (3*((1-t)^2)*t*(-26.479)) + (3*(1-t)*(t^2)*(-27.48)) + (t^3)*(-28.701), t=0..1],[(115.126) + ((115.489) - (115.126))*t, (-28.701) + ((-31.649) - (-28.701))*t, t=0..1],[(115.489) + ((115.852) - (115.489))*t, (-31.649) + ((-28.701) - (-31.649))*t, t=0..1],[(((1-t)^3) * (115.852)) + (3*((1-t)^2)*t*(116.006)) + (3*(1-t)*(t^2)*(116.908)) + (t^3)*(118.107), (((1-t)^3) * (-28.701)) + (3*((1-t)^2)*t*(-27.48)) + (3*(1-t)*(t^2)*(-26.479)) + (t^3)*(-26.226), t=0..1],[(120.494) + ((120.681) - (120.494))*t, (-25.61) + ((-27.315) - (-25.61))*t, t=0..1],[(120.681) + ((120.868) - (120.681))*t, (-27.315) + ((-25.61) - (-27.315))*t, t=0..1],[(((1-t)^3) * (120.868)) + (3*((1-t)^2)*t*(120.945)) + (3*(1-t)*(t^2)*(121.407)) + (t^3)*(122.034), (((1-t)^3) * (-25.61)) + (3*((1-t)^2)*t*(-24.906)) + (3*(1-t)*(t^2)*(-24.334)) + (t^3)*(-24.18), t=0..1],[(122.034) + ((122.936005) - (122.034))*t, (-24.18) + ((-23.960001) - (-24.18))*t, t=0..1],[(122.936005) + ((122.034) - (122.936005))*t, (-23.960001) + ((-23.74) - (-23.960001))*t, t=0..1],[(((1-t)^3) * (122.034)) + (3*((1-t)^2)*t*(121.418)) + (3*(1-t)*(t^2)*(120.945)) + (t^3)*(120.868), (((1-t)^3) * (-23.74)) + (3*((1-t)^2)*t*(-23.586)) + (3*(1-t)*(t^2)*(-23.014)) + (t^3)*(-22.310001), t=0..1],[(120.868) + ((120.681) - (120.868))*t, (-22.310001) + ((-20.99) - (-22.310001))*t, t=0..1],[(120.681) + ((120.494) - (120.681))*t, (-20.99) + ((-22.31) - (-20.99))*t, t=0..1],[(((1-t)^3) * (120.494)) + (3*((1-t)^2)*t*(120.417)) + (3*(1-t)*(t^2)*(119.955)) + (t^3)*(119.328), (((1-t)^3) * (-22.31)) + (3*((1-t)^2)*t*(-23.014)) + (3*(1-t)*(t^2)*(-23.586)) + (t^3)*(-23.74), t=0..1],[(119.328) + ((118.425995) - (119.328))*t, (-23.74) + ((-23.96) - (-23.74))*t, t=0..1],[(118.425995) + ((119.328) - (118.425995))*t, (-23.96) + ((-24.18) - (-23.96))*t, t=0..1],[(((1-t)^3) * (119.328)) + (3*((1-t)^2)*t*(119.944)) + (3*(1-t)*(t^2)*(120.417)) + (t^3)*(120.494), (((1-t)^3) * (-24.18)) + (3*((1-t)^2)*t*(-24.334)) + (3*(1-t)*(t^2)*(-24.906)) + (t^3)*(-25.61), t=0..1],[(119.636) + ((119.405) - (119.636))*t, (-28.118) + ((-26.699001) - (-28.118))*t, t=0..1],[(119.405) + ((119.173996) - (119.405))*t, (-26.699001) + ((-28.118) - (-26.699001))*t, t=0..1],[(((1-t)^3) * (119.173996)) + (3*((1-t)^2)*t*(119.086)) + (3*(1-t)*(t^2)*(118.503)) + (t^3)*(117.733), (((1-t)^3) * (-28.118)) + (3*((1-t)^2)*t*(-28.899)) + (3*(1-t)*(t^2)*(-29.536999)) + (t^3)*(-29.702), t=0..1],[(117.733) + ((116.622) - (117.733))*t, (-29.702) + ((-29.944) - (-29.702))*t, t=0..1],[(116.622) + ((117.733) - (116.622))*t, (-29.944) + ((-30.185999) - (-29.944))*t, t=0..1],[(((1-t)^3) * (117.733)) + (3*((1-t)^2)*t*(118.503)) + (3*(1-t)*(t^2)*(119.075)) + (t^3)*(119.173996), (((1-t)^3) * (-30.185999)) + (3*((1-t)^2)*t*(-30.350998)) + (3*(1-t)*(t^2)*(-30.988998)) + (t^3)*(-31.769999), t=0..1],[(119.173996) + ((119.405) - (119.173996))*t, (-31.769999) + ((-33.651) - (-31.769999))*t, t=0..1],[(119.405) + ((119.636) - (119.405))*t, (-33.651) + ((-31.769999) - (-33.651))*t, t=0..1],[(((1-t)^3) * (119.636)) + (3*((1-t)^2)*t*(119.724)) + (3*(1-t)*(t^2)*(120.307)) + (t^3)*(121.076996), (((1-t)^3) * (-31.769999)) + (3*((1-t)^2)*t*(-30.988998)) + (3*(1-t)*(t^2)*(-30.350998)) + (t^3)*(-30.185999), t=0..1],[(121.076996) + ((122.188) - (121.076996))*t, (-30.185999) + ((-29.944) - (-30.185999))*t, t=0..1],[(122.188) + ((121.076996) - (122.188))*t, (-29.944) + ((-29.702) - (-29.944))*t, t=0..1],[(((1-t)^3) * (121.076996)) + (3*((1-t)^2)*t*(120.307)) + (3*(1-t)*(t^2)*(119.735)) + (t^3)*(119.636), (((1-t)^3) * (-29.702)) + (3*((1-t)^2)*t*(-29.536999)) + (3*(1-t)*(t^2)*(-28.899)) + (t^3)*(-28.118), t=0..1]], thickness=5, color=ColorTools:-Color(ColorTools:-HexToRGB24("#fcc441"))):

dizzy_star:=plot([[(((1-t)^3) * (24.977)) + (3*((1-t)^2)*t*(24.526)) + (3*(1-t)*(t^2)*(23.206)) + (t^3)*(22.062), (((1-t)^3) * (-104.554)) + (3*((1-t)^2)*t*(-104.092)) + (3*(1-t)*(t^2)*(-102.728)) + (t^3)*(-101.958), t=0..1],[(((1-t)^3) * (22.062)) + (3*((1-t)^2)*t*(21.016998)) + (3*(1-t)*(t^2)*(19.862)) + (t^3)*(18.585999), (((1-t)^3) * (-101.958)) + (3*((1-t)^2)*t*(-101.254)) + (3*(1-t)*(t^2)*(-100.605)) + (t^3)*(-100.451004), t=0..1],[(((1-t)^3) * (18.585999)) + (3*((1-t)^2)*t*(18.465)) + (3*(1-t)*(t^2)*(18.333)) + (t^3)*(18.201), (((1-t)^3) * (-100.451004)) + (3*((1-t)^2)*t*(-100.451)) + (3*(1-t)*(t^2)*(-100.44)) + (t^3)*(-100.44), t=0..1],[(((1-t)^3) * (18.201)) + (3*((1-t)^2)*t*(17.365)) + (3*(1-t)*(t^2)*(16.298)) + (t^3)*(16.562), (((1-t)^3) * (-100.44)) + (3*((1-t)^2)*t*(-100.44)) + (3*(1-t)*(t^2)*(-100.737)) + (t^3)*(-101.76), t=0..1],[(((1-t)^3) * (16.562)) + (3*((1-t)^2)*t*(16.617)) + (3*(1-t)*(t^2)*(16.815)) + (t^3)*(17.464), (((1-t)^3) * (-101.76)) + (3*((1-t)^2)*t*(-101.991)) + (3*(1-t)*(t^2)*(-102.552)) + (t^3)*(-103.223), t=0..1],[(((1-t)^3) * (17.464)) + (3*((1-t)^2)*t*(17.497)) + (3*(1-t)*(t^2)*(17.541)) + (t^3)*(17.585), (((1-t)^3) * (-103.223)) + (3*((1-t)^2)*t*(-103.256)) + (3*(1-t)*(t^2)*(-103.278)) + (t^3)*(-103.278), t=0..1],[(((1-t)^3) * (17.585)) + (3*((1-t)^2)*t*(17.695)) + (3*(1-t)*(t^2)*(17.794)) + (t^3)*(17.75), (((1-t)^3) * (-103.278)) + (3*((1-t)^2)*t*(-103.278)) + (3*(1-t)*(t^2)*(-103.179)) + (t^3)*(-103.047), t=0..1],[(((1-t)^3) * (17.75)) + (3*((1-t)^2)*t*(17.585)) + (3*(1-t)*(t^2)*(17.431)) + (t^3)*(17.706), (((1-t)^3) * (-103.047)) + (3*((1-t)^2)*t*(-102.519)) + (3*(1-t)*(t^2)*(-101.826)) + (t^3)*(-101.562), t=0..1],[(((1-t)^3) * (17.706)) + (3*((1-t)^2)*t*(17.871)) + (3*(1-t)*(t^2)*(18.102)) + (t^3)*(18.388), (((1-t)^3) * (-101.562)) + (3*((1-t)^2)*t*(-101.408)) + (3*(1-t)*(t^2)*(-101.331)) + (t^3)*(-101.331), t=0..1],[(((1-t)^3) * (18.388)) + (3*((1-t)^2)*t*(19.565)) + (3*(1-t)*(t^2)*(21.677)) + (t^3)*(23.668), (((1-t)^3) * (-101.331)) + (3*((1-t)^2)*t*(-101.331)) + (3*(1-t)*(t^2)*(-102.585)) + (t^3)*(-104.576004), t=0..1],[(((1-t)^3) * (23.668)) + (3*((1-t)^2)*t*(25.856998)) + (3*(1-t)*(t^2)*(27.166)) + (t^3)*(26.88), (((1-t)^3) * (-104.576004)) + (3*((1-t)^2)*t*(-106.765)) + (3*(1-t)*(t^2)*(-109.108)) + (t^3)*(-110.186005), t=0..1],[(26.88) + ((26.88) - (26.88))*t, (-110.186005) + ((-110.186005) - (-110.186005))*t, t=0..1],[(((1-t)^3) * (26.88)) + (3*((1-t)^2)*t*(26.847)) + (3*(1-t)*(t^2)*(26.780998)) + (t^3)*(26.682), (((1-t)^3) * (-110.186005)) + (3*((1-t)^2)*t*(-110.329)) + (3*(1-t)*(t^2)*(-110.45)) + (t^3)*(-110.549), t=0..1],[(((1-t)^3) * (26.682)) + (3*((1-t)^2)*t*(26.516998)) + (3*(1-t)*(t^2)*(26.286)) + (t^3)*(26), (((1-t)^3) * (-110.549)) + (3*((1-t)^2)*t*(-110.714005)) + (3*(1-t)*(t^2)*(-110.791)) + (t^3)*(-110.791), t=0..1],[(((1-t)^3) * (26)) + (3*((1-t)^2)*t*(25.164)) + (3*(1-t)*(t^2)*(23.843998)) + (t^3)*(22.435999), (((1-t)^3) * (-110.791)) + (3*((1-t)^2)*t*(-110.791)) + (3*(1-t)*(t^2)*(-110.142)) + (t^3)*(-109.053), t=0..1],[(22.435999) + ((23.074) - (22.435999))*t, (-109.053) + ((-108.888) - (-109.053))*t, t=0..1],[(((1-t)^3) * (23.074)) + (3*((1-t)^2)*t*(23.305)) + (3*(1-t)*(t^2)*(23.348999)) + (t^3)*(23.151), (((1-t)^3) * (-108.888)) + (3*((1-t)^2)*t*(-108.811005)) + (3*(1-t)*(t^2)*(-108.503)) + (t^3)*(-108.36), t=0..1],[(23.151) + ((21.303) - (23.151))*t, (-108.36) + ((-107.249) - (-108.36))*t, t=0..1],[(((1-t)^3) * (21.303)) + (3*((1-t)^2)*t*(21.16)) + (3*(1-t)*(t^2)*(21.072)) + (t^3)*(21.083), (((1-t)^3) * (-107.249)) + (3*((1-t)^2)*t*(-107.161)) + (3*(1-t)*(t^2)*(-107.007)) + (t^3)*(-106.831), t=0..1],[(21.083) + ((21.171) - (21.083))*t, (-106.831) + ((-104.631) - (-106.831))*t, t=0..1],[(((1-t)^3) * (21.171)) + (3*((1-t)^2)*t*(21.171)) + (3*(1-t)*(t^2)*(20.885)) + (t^3)*(20.698), (((1-t)^3) * (-104.631)) + (3*((1-t)^2)*t*(-104.389)) + (3*(1-t)*(t^2)*(-104.246)) + (t^3)*(-104.4), t=0..1],[(20.698) + ((19.004) - (20.698))*t, (-104.4) + ((-105.83) - (-104.4))*t, t=0..1],[(((1-t)^3) * (19.004)) + (3*((1-t)^2)*t*(18.872)) + (3*(1-t)*(t^2)*(18.696)) + (t^3)*(18.542), (((1-t)^3) * (-105.83)) + (3*((1-t)^2)*t*(-105.94)) + (3*(1-t)*(t^2)*(-105.973)) + (t^3)*(-105.907), t=0..1],[(18.542) + ((16.518) - (18.542))*t, (-105.907) + ((-105.137) - (-105.907))*t, t=0..1],[(((1-t)^3) * (16.518)) + (3*((1-t)^2)*t*(16.287)) + (3*(1-t)*(t^2)*(16.067001)) + (t^3)*(16.155), (((1-t)^3) * (-105.137)) + (3*((1-t)^2)*t*(-105.06)) + (3*(1-t)*(t^2)*(-105.291)) + (t^3)*(-105.522), t=0..1],[(16.155) + ((17.024) - (16.155))*t, (-105.522) + ((-107.458) - (-105.522))*t, t=0..1],[(((1-t)^3) * (17.024)) + (3*((1-t)^2)*t*(17.09)) + (3*(1-t)*(t^2)*(17.068)) + (t^3)*(16.969), (((1-t)^3) * (-107.458)) + (3*((1-t)^2)*t*(-107.612)) + (3*(1-t)*(t^2)*(-107.799)) + (t^3)*(-107.931), t=0..1],[(16.969) + ((15.572) - (16.969))*t, (-107.931) + ((-109.713) - (-107.931))*t, t=0..1],[(((1-t)^3) * (15.572)) + (3*((1-t)^2)*t*(15.429)) + (3*(1-t)*(t^2)*(15.572)) + (t^3)*(15.825), (((1-t)^3) * (-109.713)) + (3*((1-t)^2)*t*(-109.911)) + (3*(1-t)*(t^2)*(-110.186)) + (t^3)*(-110.186), t=0..1],[(15.825) + ((17.992) - (15.825))*t, (-110.186) + ((-110.020996) - (-110.186))*t, t=0..1],[(((1-t)^3) * (17.992)) + (3*((1-t)^2)*t*(18.157)) + (3*(1-t)*(t^2)*(18.322)) + (t^3)*(18.41), (((1-t)^3) * (-110.020996)) + (3*((1-t)^2)*t*(-110.01)) + (3*(1-t)*(t^2)*(-110.087)) + (t^3)*(-110.229996), t=0..1],[(18.41) + ((19.619999) - (18.41))*t, (-110.229996) + ((-112.034) - (-110.229996))*t, t=0..1],[(((1-t)^3) * (19.619999)) + (3*((1-t)^2)*t*(19.763)) + (3*(1-t)*(t^2)*(20.071)) + (t^3)*(20.147999), (((1-t)^3) * (-112.034)) + (3*((1-t)^2)*t*(-112.232)) + (3*(1-t)*(t^2)*(-112.177)) + (t^3)*(-111.946), t=0..1],[(20.147999) + ((20.346) - (20.147999))*t, (-111.946) + ((-111.131996) - (-111.946))*t, t=0..1],[(((1-t)^3) * (20.346)) + (3*((1-t)^2)*t*(21.039)) + (3*(1-t)*(t^2)*(23.106998)) + (t^3)*(23.866), (((1-t)^3) * (-111.131996)) + (3*((1-t)^2)*t*(-111.659996)) + (3*(1-t)*(t^2)*(-112.969)) + (t^3)*(-113.255), t=0..1],[(((1-t)^3) * (23.866)) + (3*((1-t)^2)*t*(24.668999)) + (3*(1-t)*(t^2)*(25.329)) + (t^3)*(25.89), (((1-t)^3) * (-113.255)) + (3*((1-t)^2)*t*(-113.53)) + (3*(1-t)*(t^2)*(-113.64)) + (t^3)*(-113.64), t=0..1],[(((1-t)^3) * (25.89)) + (3*((1-t)^2)*t*(27.089)) + (3*(1-t)*(t^2)*(27.782001)) + (t^3)*(28.079), (((1-t)^3) * (-113.64)) + (3*((1-t)^2)*t*(-113.64)) + (3*(1-t)*(t^2)*(-113.134)) + (t^3)*(-112.848), t=0..1],[(((1-t)^3) * (28.079)) + (3*((1-t)^2)*t*(28.244)) + (3*(1-t)*(t^2)*(28.354)) + (t^3)*(28.431), (((1-t)^3) * (-112.848)) + (3*((1-t)^2)*t*(-112.694)) + (3*(1-t)*(t^2)*(-112.496)) + (t^3)*(-112.254), t=0..1],[(((1-t)^3) * (28.431)) + (3*((1-t)^2)*t*(28.431)) + (3*(1-t)*(t^2)*(28.431)) + (t^3)*(28.431), (((1-t)^3) * (-112.254)) + (3*((1-t)^2)*t*(-112.254)) + (3*(1-t)*(t^2)*(-112.254)) + (t^3)*(-112.254), t=0..1],[(((1-t)^3) * (28.431)) + (3*((1-t)^2)*t*(28.980999)) + (3*(1-t)*(t^2)*(27.737999)) + (t^3)*(24.977), (((1-t)^3) * (-112.254)) + (3*((1-t)^2)*t*(-110.67)) + (3*(1-t)*(t^2)*(-107.403)) + (t^3)*(-104.554), t=0..1],[(21.248) + ((22.458) - (21.248))*t, (-108.514) + ((-108.613) - (-108.514))*t, t=0..1],[(((1-t)^3) * (22.458)) + (3*((1-t)^2)*t*(22.458)) + (3*(1-t)*(t^2)*(22.678)) + (t^3)*(22.710999), (((1-t)^3) * (-108.613)) + (3*((1-t)^2)*t*(-108.613)) + (3*(1-t)*(t^2)*(-108.602)) + (t^3)*(-108.701004), t=0..1],[(((1-t)^3) * (22.710999)) + (3*((1-t)^2)*t*(22.755)) + (3*(1-t)*(t^2)*(22.612)) + (t^3)*(22.535), (((1-t)^3) * (-108.701004)) + (3*((1-t)^2)*t*(-108.833)) + (3*(1-t)*(t^2)*(-108.855)) + (t^3)*(-108.877), t=0..1],[(22.535) + ((20.939999) - (22.535))*t, (-108.877) + ((-109.218) - (-108.877))*t, t=0..1],[(((1-t)^3) * (20.939999)) + (3*((1-t)^2)*t*(20.5)) + (3*(1-t)*(t^2)*(20.368)) + (t^3)*(20.511), (((1-t)^3) * (-109.218)) + (3*((1-t)^2)*t*(-109.284)) + (3*(1-t)*(t^2)*(-108.976)) + (t^3)*(-108.723), t=0..1],[(((1-t)^3) * (20.511)) + (3*((1-t)^2)*t*(20.61)) + (3*(1-t)*(t^2)*(20.885)) + (t^3)*(21.248), (((1-t)^3) * (-108.723)) + (3*((1-t)^2)*t*(-108.525)) + (3*(1-t)*(t^2)*(-108.47)) + (t^3)*(-108.514), t=0..1],[(20.17) + ((20.687) - (20.17))*t, (-106.523) + ((-105.115) - (-106.523))*t, t=0..1],[(((1-t)^3) * (20.687)) + (3*((1-t)^2)*t*(20.720001)) + (3*(1-t)*(t^2)*(20.764)) + (t^3)*(20.885), (((1-t)^3) * (-105.115)) + (3*((1-t)^2)*t*(-105.038)) + (3*(1-t)*(t^2)*(-104.906)) + (t^3)*(-104.961), t=0..1],[(((1-t)^3) * (20.885)) + (3*((1-t)^2)*t*(20.984001)) + (3*(1-t)*(t^2)*(20.94)) + (t^3)*(20.94), (((1-t)^3) * (-104.961)) + (3*((1-t)^2)*t*(-105.005)) + (3*(1-t)*(t^2)*(-105.225)) + (t^3)*(-105.225), t=0..1],[(20.94) + ((20.819) - (20.94))*t, (-105.225) + ((-106.49) - (-105.225))*t, t=0..1],[(((1-t)^3) * (20.819)) + (3*((1-t)^2)*t*(20.775)) + (3*(1-t)*(t^2)*(20.643)) + (t^3)*(20.456001), (((1-t)^3) * (-106.49)) + (3*((1-t)^2)*t*(-106.974)) + (3*(1-t)*(t^2)*(-107.084)) + (t^3)*(-107.095), t=0..1],[(((1-t)^3) * (20.456001)) + (3*((1-t)^2)*t*(20.236)) + (3*(1-t)*(t^2)*(20.027)) + (t^3)*(20.17), (((1-t)^3) * (-107.095)) + (3*((1-t)^2)*t*(-107.128)) + (3*(1-t)*(t^2)*(-106.93)) + (t^3)*(-106.523), t=0..1],[(28.255001) + ((28.222) - (28.255001))*t, (-112.1) + ((-112.188) - (-112.1))*t, t=0..1],[(((1-t)^3) * (28.222)) + (3*((1-t)^2)*t*(28.156)) + (3*(1-t)*(t^2)*(28.046001)) + (t^3)*(27.925), (((1-t)^3) * (-112.188)) + (3*((1-t)^2)*t*(-112.397)) + (3*(1-t)*(t^2)*(-112.562)) + (t^3)*(-112.694), t=0..1],[(((1-t)^3) * (27.925)) + (3*((1-t)^2)*t*(27.639)) + (3*(1-t)*(t^2)*(27.001)) + (t^3)*(25.89), (((1-t)^3) * (-112.694)) + (3*((1-t)^2)*t*(-112.969)) + (3*(1-t)*(t^2)*(-113.431)) + (t^3)*(-113.431), t=0..1],[(((1-t)^3) * (25.89)) + (3*((1-t)^2)*t*(25.296001)) + (3*(1-t)*(t^2)*(24.647)) + (t^3)*(23.954), (((1-t)^3) * (-113.431)) + (3*((1-t)^2)*t*(-113.431)) + (3*(1-t)*(t^2)*(-113.298996)) + (t^3)*(-113.046), t=0..1],[(((1-t)^3) * (23.954)) + (3*((1-t)^2)*t*(23.184)) + (3*(1-t)*(t^2)*(20.973)) + (t^3)*(20.412), (((1-t)^3) * (-113.046)) + (3*((1-t)^2)*t*(-112.76)) + (3*(1-t)*(t^2)*(-111.352)) + (t^3)*(-110.901), t=0..1],[(20.412) + ((20.687) - (20.412))*t, (-110.901) + ((-109.756996) - (-110.901))*t, t=0..1],[(((1-t)^3) * (20.687)) + (3*((1-t)^2)*t*(20.731)) + (3*(1-t)*(t^2)*(20.863)) + (t^3)*(21.028), (((1-t)^3) * (-109.756996)) + (3*((1-t)^2)*t*(-109.591995)) + (3*(1-t)*(t^2)*(-109.46)) + (t^3)*(-109.416), t=0..1],[(21.028) + ((22.183) - (21.028))*t, (-109.416) + ((-109.13) - (-109.416))*t, t=0..1],[(((1-t)^3) * (22.183)) + (3*((1-t)^2)*t*(23.679)) + (3*(1-t)*(t^2)*(25.076)) + (t^3)*(26.011), (((1-t)^3) * (-109.13)) + (3*((1-t)^2)*t*(-110.307)) + (3*(1-t)*(t^2)*(-111)) + (t^3)*(-111), t=0..1],[(((1-t)^3) * (26.011)) + (3*((1-t)^2)*t*(26.362999)) + (3*(1-t)*(t^2)*(26.649)) + (t^3)*(26.847), (((1-t)^3) * (-111)) + (3*((1-t)^2)*t*(-111)) + (3*(1-t)*(t^2)*(-110.901)) + (t^3)*(-110.703), t=0..1],[(((1-t)^3) * (26.847)) + (3*((1-t)^2)*t*(26.890999)) + (3*(1-t)*(t^2)*(26.924)) + (t^3)*(26.957), (((1-t)^3) * (-110.703)) + (3*((1-t)^2)*t*(-110.659)) + (3*(1-t)*(t^2)*(-110.615)) + (t^3)*(-110.571), t=0..1],[(26.957) + ((27.001) - (26.957))*t, (-110.571) + ((-110.615) - (-110.571))*t, t=0..1],[(27.001) + ((27.099998) - (27.001))*t, (-110.615) + ((-110.241) - (-110.615))*t, t=0..1],[(((1-t)^3) * (27.099998)) + (3*((1-t)^2)*t*(27.418999)) + (3*(1-t)*(t^2)*(26.066)) + (t^3)*(23.833), (((1-t)^3) * (-110.241)) + (3*((1-t)^2)*t*(-109.053)) + (3*(1-t)*(t^2)*(-106.666)) + (t^3)*(-104.422), t=0..1],[(((1-t)^3) * (23.833)) + (3*((1-t)^2)*t*(21.852999)) + (3*(1-t)*(t^2)*(19.664)) + (t^3)*(18.398998), (((1-t)^3) * (-104.422)) + (3*((1-t)^2)*t*(-102.442)) + (3*(1-t)*(t^2)*(-101.111)) + (t^3)*(-101.111), t=0..1],[(((1-t)^3) * (18.398998)) + (3*((1-t)^2)*t*(18.046999)) + (3*(1-t)*(t^2)*(17.761)) + (t^3)*(17.563), (((1-t)^3) * (-101.111)) + (3*((1-t)^2)*t*(-101.111)) + (3*(1-t)*(t^2)*(-101.21)) + (t^3)*(-101.408), t=0..1],[(((1-t)^3) * (17.563)) + (3*((1-t)^2)*t*(17.299)) + (3*(1-t)*(t^2)*(17.276999)) + (t^3)*(17.497), (((1-t)^3) * (-101.408)) + (3*((1-t)^2)*t*(-101.661)) + (3*(1-t)*(t^2)*(-102.167)) + (t^3)*(-102.926), t=0..1],[(((1-t)^3) * (17.497)) + (3*((1-t)^2)*t*(17.023998)) + (3*(1-t)*(t^2)*(16.848)) + (t^3)*(16.793), (((1-t)^3) * (-102.926)) + (3*((1-t)^2)*t*(-102.387)) + (3*(1-t)*(t^2)*(-101.936)) + (t^3)*(-101.705), t=0..1],[(((1-t)^3) * (16.793)) + (3*((1-t)^2)*t*(16.727)) + (3*(1-t)*(t^2)*(16.759998)) + (t^3)*(16.880999), (((1-t)^3) * (-101.705)) + (3*((1-t)^2)*t*(-101.451996)) + (3*(1-t)*(t^2)*(-101.254)) + (t^3)*(-101.1), t=0..1],[(((1-t)^3) * (16.880999)) + (3*((1-t)^2)*t*(17.133999)) + (3*(1-t)*(t^2)*(17.738998)) + (t^3)*(18.223), (((1-t)^3) * (-101.1)) + (3*((1-t)^2)*t*(-100.781)) + (3*(1-t)*(t^2)*(-100.659996)) + (t^3)*(-100.659996), t=0..1],[(((1-t)^3) * (18.223)) + (3*((1-t)^2)*t*(18.344)) + (3*(1-t)*(t^2)*(18.465)) + (t^3)*(18.574999), (((1-t)^3) * (-100.659996)) + (3*((1-t)^2)*t*(-100.659996)) + (3*(1-t)*(t^2)*(-100.671)) + (t^3)*(-100.682), t=0..1],[(((1-t)^3) * (18.574999)) + (3*((1-t)^2)*t*(19.851)) + (3*(1-t)*(t^2)*(20.994999)) + (t^3)*(21.952), (((1-t)^3) * (-100.682)) + (3*((1-t)^2)*t*(-100.836)) + (3*(1-t)*(t^2)*(-101.506996)) + (t^3)*(-102.145), t=0..1],[(((1-t)^3) * (21.952)) + (3*((1-t)^2)*t*(22.7)) + (3*(1-t)*(t^2)*(23.668)) + (t^3)*(24.823), (((1-t)^3) * (-102.145)) + (3*((1-t)^2)*t*(-102.662)) + (3*(1-t)*(t^2)*(-103.52)) + (t^3)*(-104.708), t=0..1],[(((1-t)^3) * (24.823)) + (3*((1-t)^2)*t*(26.088001)) + (3*(1-t)*(t^2)*(27.133)) + (t^3)*(27.749), (((1-t)^3) * (-104.708)) + (3*((1-t)^2)*t*(-106.017)) + (3*(1-t)*(t^2)*(-107.524)) + (t^3)*(-108.965), t=0..1],[(((1-t)^3) * (27.749)) + (3*((1-t)^2)*t*(28.277)) + (3*(1-t)*(t^2)*(28.464)) + (t^3)*(28.255001), (((1-t)^3) * (-108.965)) + (3*((1-t)^2)*t*(-110.219)) + (3*(1-t)*(t^2)*(-111.352)) + (t^3)*(-112.1), t=0..1]], thickness=5, color=ColorTools:-Color(ColorTools:-HexToRGB24("#fcc441"))):

display(text_plot, heart_hands, sparkle, dizzy_star, size=[1000, 700]);